Search Results for author: Mojgan Pourhassan

Found 6 papers, 0 papers with code

Improved Runtime Results for Simple Randomised Search Heuristics on Linear Functions with a Uniform Constraint

no code implementations21 Oct 2020 Frank Neumann, Mojgan Pourhassan, Carsten Witt

Linear functions have been traditionally studied in this area resulting in tight bounds on the expected optimisation time of simple randomised search algorithms for this class of problems.

Runtime Analysis of RLS and (1+1) EA for the Dynamic Weighted Vertex Cover Problem

no code implementations6 Mar 2019 Mojgan Pourhassan, Vahid Roostapour, Frank Neumann

Similar to the classical case, the dynamic changes that we consider on the weighted vertex cover problem are adding and removing edges to and from the graph.

Analysis of Baseline Evolutionary Algorithms for the Packing While Travelling Problem

no code implementations13 Feb 2019 Vahid Roostapour, Mojgan Pourhassan, Frank Neumann

In this paper, variations of the Packing While Travelling (PWT) -- also known as the non-linear knapsack problem -- are studied as an attempt to analyse the behaviour of EAs on non-linear problems from theoretical perspective.

Evolutionary Algorithms

Analysis of Evolutionary Algorithms in Dynamic and Stochastic Environments

no code implementations22 Jun 2018 Vahid Roostapour, Mojgan Pourhassan, Frank Neumann

Many real-world optimization problems occur in environments that change dynamically or involve stochastic components.

Evolutionary Algorithms

Parameterized Analysis of Multi-objective Evolutionary Algorithms and the Weighted Vertex Cover Problem

no code implementations6 Apr 2016 Mojgan Pourhassan, Feng Shi, Frank Neumann

A rigorous runtime analysis of evolutionary multi-objective optimization for the classical vertex cover problem in the context of parameterized complexity analysis has been presented by Kratsch and Neumann (2013).

Evolutionary Algorithms

A Parameterized Complexity Analysis of Bi-level Optimisation with Evolutionary Algorithms

no code implementations9 Jan 2014 Dogan Corus, Per Kristian Lehre, Frank Neumann, Mojgan Pourhassan

For the generalised minimum spanning tree problem, we analyse the two approaches presented by Hu and Raidl (2012) with respect to the number of clusters that distinguish each other by the chosen representation of possible solutions.

Evolutionary Algorithms

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